- #1
BiGyElLoWhAt
Gold Member
- 1,622
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At least the first 2. The 3rd seems obvious to me.
Don't get me wrong, I'm not denying CoE, I'm just questioning the reason why we have a law called Conservation of Energy, and an identical law called The First Law of Thermodynamics.
As for the second law, I've seen it defined 2 ways: in terms of the entropy of an isolated system, and in terms of the entropy of the universe. If it's the entropy of an isolated system I have less of a problem than if it's the entropy of the universe. (I'm going to get a little out there...) Assuming the Big Bang-Big Crunch theory is still at least plausible, upon analysis, the big bang portion is compliant with the 2nd law, but the big crunch is in complete contradiction... rather I think it implies a somewhat parabolic relationship between entropy and time. ##S = k - m(t - a)^2## or something along those lines... S is entropy, t is time, k m and a are constants.
Does anybody else get what I'm saying?
Didn't really know where to put this.
Don't get me wrong, I'm not denying CoE, I'm just questioning the reason why we have a law called Conservation of Energy, and an identical law called The First Law of Thermodynamics.
As for the second law, I've seen it defined 2 ways: in terms of the entropy of an isolated system, and in terms of the entropy of the universe. If it's the entropy of an isolated system I have less of a problem than if it's the entropy of the universe. (I'm going to get a little out there...) Assuming the Big Bang-Big Crunch theory is still at least plausible, upon analysis, the big bang portion is compliant with the 2nd law, but the big crunch is in complete contradiction... rather I think it implies a somewhat parabolic relationship between entropy and time. ##S = k - m(t - a)^2## or something along those lines... S is entropy, t is time, k m and a are constants.
Does anybody else get what I'm saying?
Didn't really know where to put this.